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Are all quadratic equations functions?
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When you have a fucntion like \[y=ax^2+bx+c\]the expression\[ax^2+bx+c\]is a quadratic expression and is called the rule of association for the fucntion. Any time you have a quadratic expression using the x-variable set equal to to y, it is a function. (continued)
if on the other hand, you have say\[x=y^2\]you do not have function in which the x-variable is the domain variable. Is this along the line in which you were asking the question?
if it's y equals x-squared, then its a fucntion if it's x equals y-squared, then it is not a function
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